Let Xi be the crown domain associated with a non-compact irreducible Hermitian symmetric space G / K. We give an explicit description of the unique G-invariant adapted hyper-Kähler structure on Xi, i.e., compatible with the adapted complex structure and with the G-invariant Kähler structure of G / K. We also compute invariant potentials of the involved Kähler metrics and the associated moment maps
We classify indefinite simply connected hyper-Kähler symmetric spaces. Any such space without flat ...
Let G/H be a pseudo-Riemannian semisimple symmetric space. The tangent bundle T (G/H) contains a max...
Let G/K be an irreducible non-compact Hermitian symmetric space and let D be a K- invariant domain i...
Let Xi be the crown domain associated with a non-compact irreducible Hermitian symmetric space G / ...
We carry out a detailed study of \Xi^+, a distinguished G-invariant Stein domain in the complexifica...
We carry out a detailed study of \Xi^+, a distinguished G-invariant Stein domain in the complexifica...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related ...
Let G/K be a noncompact Riemannian symmetric space and let G(C)/K-C be its complexification. Then G ...
AbstractLet G/K be a noncompact Riemannian symmetric space and let GC/KC be its complexification. Th...
We collect the recent results on invariant f-structures in generalized Hermitian geometry. Here the...
AbstractWe prove that any invariant hyper-complex structure on a homogeneous space M=G/L where G is ...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
AbstractWe obtain the full classification of invariant symplectic, (almost) complex and Kähler struc...
We classify indefinite simply connected hyper-Kähler symmetric spaces. Any such space without flat ...
Let G/H be a pseudo-Riemannian semisimple symmetric space. The tangent bundle T (G/H) contains a max...
Let G/K be an irreducible non-compact Hermitian symmetric space and let D be a K- invariant domain i...
Let Xi be the crown domain associated with a non-compact irreducible Hermitian symmetric space G / ...
We carry out a detailed study of \Xi^+, a distinguished G-invariant Stein domain in the complexifica...
We carry out a detailed study of \Xi^+, a distinguished G-invariant Stein domain in the complexifica...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related ...
Let G/K be a noncompact Riemannian symmetric space and let G(C)/K-C be its complexification. Then G ...
AbstractLet G/K be a noncompact Riemannian symmetric space and let GC/KC be its complexification. Th...
We collect the recent results on invariant f-structures in generalized Hermitian geometry. Here the...
AbstractWe prove that any invariant hyper-complex structure on a homogeneous space M=G/L where G is ...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
AbstractWe obtain the full classification of invariant symplectic, (almost) complex and Kähler struc...
We classify indefinite simply connected hyper-Kähler symmetric spaces. Any such space without flat ...
Let G/H be a pseudo-Riemannian semisimple symmetric space. The tangent bundle T (G/H) contains a max...
Let G/K be an irreducible non-compact Hermitian symmetric space and let D be a K- invariant domain i...
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